Definitions
from The Century Dictionary.
 Of or referring to topology.
from Wiktionary, Creative Commons Attribution/ShareAlike License.
 adjective mathematics of or relating to
topology
from WordNet 3.0 Copyright 2006 by Princeton University. All rights reserved.
 adjective of or relating to topology
Etymologies
Sorry, no etymologies found.
Examples

His first hypothesis was / is that the mind is made up of strata, rather like an archaeological site  this we call his topological model  First we have the surface layer called the conscious, the next the preconscious and the third and deepest the unconscious.

His first hypothesis was / is that the mind is made up of strata, rather like an archaeological site  this we call his topological model  First we have the surface layer called the conscious, the next the preconscious and the third and deepest the unconscious.

This projection of a punctured sphere S2 on the Euclidean E2 is not only topological, that is bicontinuous, but also con  formal, that is anglepreserving; and this was already known to the astronomer and geographer Ptolemy in the second century A.D. in his Geography (M.R. Cohen and I.E. Drabkin, pp. 16979).

The work by the Princeton team is part of an ongoing inquiry into materials called topological insulators  substances that act as insulators in their interior while permitting the movement of charges on their boundary.

The work by the Princeton team is part of an ongoing inquiry into materials called topological insulators  substances that act as insulators in their interior while permitting the movement of charges on their boundary.

They are called topological insulators and conduct electricity by harnessing a quantummechanical property of electrons called spin.

They are called topological insulators and conduct electricity by harnessing a quantummechanical property of electrons called spin.
Gaea Times (by Simple Thoughts) Breaking News and incisive views 24/7

The results, published online June 11 in Science Express, show a clear signature of what is called a topological insulator, a material that enables the free flow of electrons across its surface with no loss of energy.

Science Express, show a clear signature of what is called a topological insulator, a material that enables the free flow of electrons across its surface with no loss of energy.

For a given surface, such as a torus or even the (humorously named) dunce cap, the fundamental group is the set of loops in the space that have the following characteristic: each loop can be continuously deformed to one another, a relation known as topological space X, the fundamental group construction associates an algebraic object which describes the set of "holes" in the space.
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